Mathematics, 30.03.2021 01:00 cameronbeaugh
Suppose an and bn are series with positive terms and bn is known to be convergent. (a) If an > bn for all n, what can you say about an ? Why? an converges by the Comparison Test. We cannot say anything about an . an diverges by the Comparison Test. an converges if and only if an β€ 4bn. an converges if and only if an β€ 2bn. (b) If an < bn for all n, what can you say about an ? Why? an diverges by the Comparison Test. an converges if and only if bn 2 β€ an β€ bn. We cannot say anything about an . an converges by the Comparison Test. an converges if and only if bn 4 β€ an β€ bn.
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Suppose an and bn are series with positive terms and bn is known to be convergent. (a) If an > bn...
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